Math (Chapter Differentiation)

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9 Terms

1
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What’s important to remember for First Principle

  • f (x+h) = we substitute (x+h) in every X of f (x)

  • In the formula, we multiply the - into every f(x)

2
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When do we use Chain Rule

when there’s a function inside another function

ln(x), sin(x), (ax + b)³

3
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How to differentiate exponential

= e^f(x) X f’(x)

4
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How to differentiate Log

= 1 / f(x) X f’(x)

5
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How to differentiate Trigono

= f’ (theta) X d/dx (theta)

6
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What’s important to remember for Substitution

  • Not only for canceling out things,but also for simplifying things

  • Can still do it, even tho there’s nothing to cancel out

7
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If all rules of Differentiation doesn’t work, what to do?

Do Substitution, even tho there’s nothing to cancel out

8
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What to do after we let U

Change the limit for U

  • When x = 1, u = ~

9
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What to do when we input value into calculator when it says Math Error

  • Either recheck

    OR

  • Calculate manually